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INCORPORATING PRIOR KNOWLEDGE FOR QUANTIFYING AND REDUCING MODEL-FORM UNCERTAINTY IN RANS SIMULATIONS

机译:结合先前的知识以量化和减少RANS模拟中的模型形式不确定性

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Simulations based on Reynolds-averaged Navier-Stokes (RANS) models have been used to support high-consequence decisions related to turbulent flows. Apart from the deterministic model predictions, the decision makers are often equally concerned about the prediction confidence. Among the uncertainties in RANS simulations, the model form uncertainty is an important or even a dominant source. Therefore, quantifying and reducing the model form uncertainties in RANS simulations are of critical importance to make risk-informed decisions. Researchers in statistics communities have made efforts on this issue by considering numerical models as black boxes. However, this physics-neutral approach is not a most efficient use of data, and is not practical for most engineering problems. Recently, we proposed an open-box, Bayesian framework for quantifying and reducing model form uncertainties in RANS simulations based on observation data and physics-prior knowledge. It can incorporate the information from the vast body of existing empirical knowledge with mathematical rigor, which enables a more efficient usage of data. In this work, we examine the merits of incorporating various types of prior knowledge in the uncertainties quantification and reduction in RANS simulations. The result demonstrates that informative physics-based prior knowledge plays an important role in improving the performance of model form uncertainty reduction, particularly when the observation data are limited. Moreover, it suggests that the proposed Bayesian framework is an effective way to incorporate empirical knowledge from various sources of turbulence modeling.
机译:基于雷诺平均Navier-Stokes(RANS)模型的仿真已用于支持与湍流有关的高后果决策。除了确定性模型预测之外,决策者通常同样关注预测信心。在RANS模拟的不确定性中,不确定性模型是重要的甚至是主要的来源。因此,量化和减少RANS仿真中模型形式的不确定性对于做出风险相关的决策至关重要。统计界的研究人员通过将数值模型视为黑匣子来对此问题做出了努力。但是,这种与物理无关的方法并不是对数据的最有效利用,并且对于大多数工程问题也不实用。最近,我们提出了一个开放框的贝叶斯框架,用于基于观测数据和物理先验知识对RANS仿真中的模型形式不确定性进行量化和减少。它可以将大量现有经验知识中的信息与数学严格性结合起来,从而可以更有效地使用数据。在这项工作中,我们研究了将各种类型的先验知识纳入RANS仿真的不确定性量化和减少的优点。结果表明,基于信息的物理学先验知识在提高模型形式不确定性降低的性能方面起着重要作用,尤其是在观测数据有限的情况下。此外,它表明,提出的贝叶斯框架是一种融合来自各种湍流模型来源的经验知识的有效方法。

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